Structural Characteristics of Paper • Grammage • Formation • Caliper • Porosity Grammage

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Structural Characteristics of Paper • Grammage • Formation • Caliper • Porosity Grammage GrammageGrammage:: MassMass ofof paperpaper perper unitunit areaarea GramsGrams perper squaresquare metermeter (g/m(g/m2)) •• MeasureMeasure area,area, AA •• MeasureMeasure massmass (weight),(weight), MM •• GrammageGrammage == M/AM/A Basis Weight • Historically paper was sold in reams, usually packs of 500 sheets or a specified length and width (not universal) Paper Grade Ream Size Writing and Printing 17 inches X 22 inches Newsprint 24 inches x 36 inches Paperboard 1000 feet2 • Basis Weight, ream weight, and substance are all names for mass or weight of one ream of paper (lb) Example of Basis Weight Label 88 1//2 xx 1111 Metric:Metric: 216x279216x279 mmmm SUBSTANCESUBSTANCE 2020 7575 g/mg/m2 WhiteWhite----LongLong 500500 sheetssheets Example Copy paper Linerboard 2 Grammage = 75 gr/m2 205 gr/m Ream = 120.6 m2 92.9 m2 Basis weight= 20 lb 42 lb Caliper • Caliper is the thickness of the sheet • Usually measured in microns (10-6 meters) or mils (0.001 inches) • Often caliper is given as number of points – 1 point = 0.001 inch • Because of surface irregularity and compressibility of paper, the caliper depends on the method of measurement. Caliper Measurement Soft-Platen Caliper Hard-Platen Caliper Examples Copy paper: 0.004 inches 4 mils or points 102 μm 42 lb linerboard: 0.012 inches 12 mils or points 293 μm Density and Bulk • Apparent density of paper equals the basis weight divided by the caliper DensityDensity == grammagegrammage kg/mkg/m3 calipercaliper • Bulk is the inverse of paper density BulkBulk == calipercaliper mm3/kg/kg grammagegrammage Example • Copy paper: (75 gr/m2, 4 mils) density = 0.74 gr/cm3 • Linerboard: (205 gr/m2, 12 mils) density = 0.67 gr/cm3 Porosity Porosity is ratio of pore volume to total volume V −V ρ φ = f =1− f V ρeff Formation • Pattern of dense and light areas in the sheet • Small-scale distribution of mass in sheet • Visual or optical uniformity FormationFormation IndexIndex == coefficientcoefficient ofof variationvariation ofof massmass distributiondistribution COV = (standard deviation) / mean Index of 5% is good 25% is quite bad Formation Examples Number of Fibers in a Sheet BW = Nω f l f BW = grammage of fibers N = number of fibers BW per unit area N = ω f l f l f = coarseness of fibers l f = length of fibers Say fiber length is 2 mm and coarseness is 0.2 mg/m 60 For BW=60 gr/m2 N = 10002 =150x106 0.2× 2.

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